We provide all necessary theoretical statements concerning the hydrodynamical double layer potential, which enable the application of an adaptive version of the fast multipole method of Greengard and Rokhlin to the interior Dirichlet problem of the Stokes system and present numerical experiments confirming these theoretical statements. Bibliography: 26 titles. Illustrations: 3 figure
Panel methods are commonly used in computational fluid dynamics for the solution of potential flow p...
Applications in electrostatics, magnetostatics, fluid mechanics, and elasticity often involve source...
The original idea by Rokhlin (1985) to rapidly solve the Laplace equation is applied here for studyi...
We provide all necessary theoretical statements concerning the hydrodynamical double layer potential...
We consider the exterior domain problems of Dirichlet and Neumann type of the two-dimensional Stokes...
We present a new fast multipole method for particle simulations. The main feature of our algorithm i...
For more than two decades, several forms of fast multipole methods have been extremely successful in...
When discretizing the Navier-Stokes equations with an IMEX scheme in time, the modified Stokes equat...
International audienceThis paper presents an empirical study of the accuracy of multipole expansions...
We present a new adaptive fast multipole algorithm and its parallel implementation. The algorithm is...
AbstractStandard implementations of the fast multipole method, which compute fields due to point sou...
The evaluation of sums (matrix-vector products) of the solutions of the three-dimensional biharmon...
SIGLEAvailable from British Library Document Supply Centre-DSC:DXN027891 / BLDSC - British Library D...
International audienceThis work presents a new Fast Multipole Method (FMM) based on plane wave expan...
The original idea by Rokhlin (1985) to rapidly solve the Laplace equation is applied here for studyi...
Panel methods are commonly used in computational fluid dynamics for the solution of potential flow p...
Applications in electrostatics, magnetostatics, fluid mechanics, and elasticity often involve source...
The original idea by Rokhlin (1985) to rapidly solve the Laplace equation is applied here for studyi...
We provide all necessary theoretical statements concerning the hydrodynamical double layer potential...
We consider the exterior domain problems of Dirichlet and Neumann type of the two-dimensional Stokes...
We present a new fast multipole method for particle simulations. The main feature of our algorithm i...
For more than two decades, several forms of fast multipole methods have been extremely successful in...
When discretizing the Navier-Stokes equations with an IMEX scheme in time, the modified Stokes equat...
International audienceThis paper presents an empirical study of the accuracy of multipole expansions...
We present a new adaptive fast multipole algorithm and its parallel implementation. The algorithm is...
AbstractStandard implementations of the fast multipole method, which compute fields due to point sou...
The evaluation of sums (matrix-vector products) of the solutions of the three-dimensional biharmon...
SIGLEAvailable from British Library Document Supply Centre-DSC:DXN027891 / BLDSC - British Library D...
International audienceThis work presents a new Fast Multipole Method (FMM) based on plane wave expan...
The original idea by Rokhlin (1985) to rapidly solve the Laplace equation is applied here for studyi...
Panel methods are commonly used in computational fluid dynamics for the solution of potential flow p...
Applications in electrostatics, magnetostatics, fluid mechanics, and elasticity often involve source...
The original idea by Rokhlin (1985) to rapidly solve the Laplace equation is applied here for studyi...